We prove a null controllability result for a parabolic problem with Neumann boundary conditions. We consider non smooth coefficients in presence of a strongly singular potential and a strongly degenerate coefficient, both vanishing at an interior point. This paper concludes the study of the Neumann case.
Fragnelli, G., Mugnai, D. (2019). Controllability of degenerate and singular parabolic problems: The double strong case with Neumann boundary conditions. OPUSCULA MATHEMATICA. ROCZNIK AKADEMIA GÓRNICZO-HUTNICZA IM. STANISłAWA STASZICA, 39(2), 207-225 [10.7494/OpMath.2019.39.2.207].
Controllability of degenerate and singular parabolic problems: The double strong case with Neumann boundary conditions
Fragnelli, Genni;
2019-01-01
Abstract
We prove a null controllability result for a parabolic problem with Neumann boundary conditions. We consider non smooth coefficients in presence of a strongly singular potential and a strongly degenerate coefficient, both vanishing at an interior point. This paper concludes the study of the Neumann case.
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Utilizza questo identificativo per citare o creare un link a questo documento:
https://hdl.handle.net/11365/1279778